Accepted Paper
Inserted: 26 nov 2010
Journal: Indiana University Mathematics Journal
Year: 2010
Abstract:
We provide an abstract framework for a symmetry result arising in a conjecture of G. W. Gibbons and we apply it to the fractional Laplace operator, to the elliptic operators with constant coefficients, to the quasilinear operators and to elliptic fully nonlinear operators with possible gradient dependence.
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